Search Results - "Skvortsov, Alexei T."

Simplified models of acoustic Faraday cage.

Authors: Skvortsov, Alexei T. Moore, Stephen MacGillivray, Ian R. et al.

Source: Journal of the Acoustical Society of America. Jan2026, Vol. 159 Issue 1, p60-73. 14p.

Subjects: Acoustic reflection, Soundproofing, Boundary value problems, Scattering (Mathematics), Noise control

Subwavelength monopole resonance of a cylindrical void in a soft material (L).

Authors: Skvortsov, Alexei T. Sharma, Gyani Shankar MacGillivray, Ian R. et al.

Source: Journal of the Acoustical Society of America. Dec2025, Vol. 158 Issue 6, p4308-4310. 3p.

Subjects: Underwater acoustics, Resonance, Frequency response, Compressibility, Scientific method

Acoustic waves in a perforated cylinder.

Authors: Skvortsov, Alexei T. MacGillivray, Ian R. Godin, Oleg A.

Source: Journal of the Acoustical Society of America. Mar2025, Vol. 157 Issue 3, p1880-1888. 9p.

Subjects: Sound wave scattering, Helmholtz resonators, Scattering amplitude (Physics), Sound waves, Dispersion relations

Intermittency of gravity wave turbulence on the surface of an infinitely deep fluid: directional effects.

Authors: Kirezci, Cagil Skvortsov, Alexei T. Sgarioto, Daniel et al.

Source: Journal of Fluid Mechanics. 11/25/2024, Vol. 999, p1-16. 16p.

Subjects: Gravity waves, Ocean waves, Water waves, Turbulence, Fluids

Slip length for a viscous flow over a plane with complementary lattices of superhydrophobic spots.

Authors: Skvortsov, Alexei T. Grebenkov, Denis S. Chan, Leon et al.

Source: European Journal of Mechanics B: Fluids. Jul2024, Vol. 106, p89-93. 5p.

Subjects: Viscous flow, Numerical solutions to equations, Fluid flow, Microfluidics

Collective acoustic modes of a bubble plume.

Authors: Skvortsov, Alexei T. MacGillivray, Ian R. Moore, Stephen et al.

Source: Journal of the Acoustical Society of America. Jul2024, Vol. 156 Issue 1, p81-85. 5p.

Survival in a nanoforest of absorbing pillars.

Authors: Grebenkov, Denis S Skvortsov, Alexei T

Source: Journal of Physics A: Mathematical & Theoretical. 4/21/2023, Vol. 56 Issue 16, p1-28. 28p.

Subjects: Helmholtz equation, Eigenvalues

Permeability and diffusion resistance of porous membranes: Analytical theory and its numerical test.

Authors: Skvortsov, Alexei T. Dagdug, Leonardo Hilder, Emily F. et al.

Source: Journal of Chemical Physics. 2/7/2023, Vol. 158 Issue 5, p1-9. 9p.

Diffusion toward a nanoforest of absorbing pillars.

Authors: Grebenkov, Denis S. Skvortsov, Alexei T.

Source: Journal of Chemical Physics. 12/28/2022, Vol. 157 Issue 24, p1-19. 19p.

Mean first-passage time to a small absorbing target in an elongated planar domain.

Authors: Grebenkov, Denis S. Skvortsov, Alexei T.

Source: New Journal of Physics. Nov2020, Vol. 22 Issue 11, p1-9. 9p.

Subjects: Conformal mapping, Chemical biology, Rapid tooling

Distributed Estimation of Fields Using a Sensor Network with Quantized Measurements.

Authors: Jayasekaramudeli, Chethaka Leong, Alex S. Skvortsov, Alexei T. et al.

Source: Sensors (14248220). Aug2024, Vol. 24 Issue 16, p5299. 20p.

Field-based study and parametrisation of quiescent periods in ocean waves.

Authors: Tavakoli, Sasan Lee, Junghoon Sgarioto, Daniel et al.

Source: Ocean Engineering; Mar2025, Vol. 320, pN.PAG-N.PAG, 1p

Steady-state flux of diffusing particles to a rough boundary formed by absorbing spikes periodically protruding from a reflecting base.

Authors: Skvortsov, Alexei T. Berezhkovskii, Alexander M. Dagdug, Leonardo

Source: Journal of Chemical Physics. 5/21/2019, Vol. 150 Issue 19, pN.PAG-N.PAG. 7p. 1 Diagram, 3 Graphs.

Trapping of diffusing particles by short absorbing spikes periodically protruding from reflecting base.

Authors: Skvortsov, Alexei T. Berezhkovskii, Alexander M. Dagdug, Leonardo

Source: Journal of Chemical Physics. 7/28/2018, Vol. 149 Issue 4, p1-N.PAG. 5p. 4 Diagrams, 1 Graph.

Estimation of scalar field distribution in the Fourier domain.

Authors: Leong, Alex S. Skvortsov, Alexei T.

Source: Digital Signal Processing. Mar2024, Vol. 146, pN.PAG-N.PAG. 1p.

Subjects: Drone aircraft, Autonomous vehicles, Fourier transforms

A simple method for calculating the probability of quiescent periods in random seas for maritime search and rescue operations.

Authors: Tavakoli, Sasan Kirezci, Cagil Lee, Junghoon et al.

Source: Ocean Engineering; Jul2024, Vol. 304, pN.PAG-N.PAG, 1p

Dispersion of tracer particles by wave turbulence.

Authors: Kirezci, Cagil Skvortsov, Alexei T. Sgarioto, Daniel et al.

Source: Physica D. Jun2023, Vol. 448, pN.PAG-N.PAG. 1p.

Subjects: Turbulence, Probability density function, Gravity waves, Water waves, Nonlinear waves

Aris-Taylor dispersion with drift and diffusion of particles on the tube wall.

Authors: Berezhkovskii, Alexander M. Skvortsov, Alexei T.

Source: Journal of Chemical Physics. Aug2013, Vol. 139 Issue 8, p084101. 7p. 1 Diagram.

Intermittency of gravity wave turbulence on the surface of an infinitely deep fluid: Numerical experiment.

Authors: Skvortsov, Alexei T. Kirezci, Cagil Sgarioto, Daniel et al.

Source: Physics Letters A. Oct2022, Vol. 449, pN.PAG-N.PAG. 1p.

Subjects: Gravity waves, Turbulence, Numerical solutions to equations, Equations of motion, Lyapunov exponents, Lamb waves, Fluid-structure interaction, Magnetohydrodynamic waves

Note: Boundary homogenization for a circle with periodic absorbing arcs. Exact expression for the effective trapping rate.

Authors: Skvortsov, Alexei T. Berezhkovskii, Alexander M. Dagdug, Leonardo

Source: Journal of Chemical Physics. 2015, Vol. 143 Issue 22, p1-2. 2p.